Countable Amenable Groups, Tilings, Multiorders and Orbit Equivalence of Measure-Theoretic Actions with Z-Actions
Explore countable amenable groups, tilings, multiorders, and orbit equivalence in measure-theoretic actions, comparing them with Z-actions.
Constructing Periodic Boundary Points Through Pesin's Theory
Explore Pesin's theory to construct periodic boundary points, delving into advanced mathematical concepts and applications.
Discrete Harmonic Analysis and Its Applications to Ergodic Theory - Part 4
Explore discrete harmonic analysis and its applications to ergodic theory, delving into advanced mathematical concepts and their practical implications.
Discrete Harmonic Analysis and Its Applications to Ergodic Theory - Part 3
Explore advanced concepts in discrete harmonic analysis and their ergodic theory applications, focusing on cutting-edge research and mathematical insights.
Discrete Harmonic Analysis and Its Applications to Ergodic Theory - Part 2
Explore advanced concepts in discrete harmonic analysis and their ergodic theory applications, building on foundational knowledge from part 1.
Discrete Harmonic Analysis and Its Applications to Ergodic Theory - Part 1
Explore discrete harmonic analysis and its applications in ergodic theory, delving into advanced mathematical concepts and their practical implications.
Heterodimensional Cycles Between Measures - DinAmicI in Rio
Explore heterodimensional cycles between measures in dynamic systems with Katrin Gelfert. Join international experts for cutting-edge research discussions in Rio de Janeiro.
Dimension of Furstenberg Measures on Flag Spaces - DinAmicI in Rio
Explore dimension of Furstenberg measures on flag spaces in this dynamic systems talk by François Ledrappier, part of the DinAmicI network meeting connecting Italian and Brazilian researchers.
DinAmicI in Rio - Dynamics, Applications, Interactions
Explore dynamic systems with experts from DinAmicI network and Brazil. Join international researchers for cutting-edge discussions on dynamics, applications, and interactions in mathematics.
Teoria Ergódica Diferenciável - Aula 18 - 22/10/2024
Explore advanced concepts in Differentiable Ergodic Theory, including invariant measures, Poincaré and Birkhoff recurrence theorems, ergodic decomposition, and topological entropy in mathematical dynamics.
Teoria Ergódica Diferenciável - Aula 20 - 24/10/2024
Explore advanced concepts in Differentiable Ergodic Theory, including invariant measures, Poincaré and Birkhoff recurrence theorems, ergodic decomposition, and topological entropy in mathematical dynamics.
Teoria Ergódica Diferenciável - Aula 19 - 23/10/2024
Explore advanced concepts in Differentiable Ergodic Theory, including invariant measures, Poincaré and Birkhoff recurrence theorems, ergodic decomposition, and topological entropy.
Topology of Horocyclic Flow on Geometrically Infinite Surfaces - Part 1
Explore the topology of horocyclic flow on geometrically infinite surfaces through an in-depth mathematical analysis. Gain insights into advanced concepts in surface dynamics and geometry.
Topology of Horocyclic Flow on Geometrically Infinite Surfaces - Part 3
Explore advanced topology concepts in horocyclic flow on geometrically infinite surfaces, building on previous parts of the series. Gain insights into complex mathematical theories and applications.
Influence Matrix Approach to Ergodic and Non-Ergodic Quantum Dynamics - Dmitry Abanin
Explores influence matrix approach for understanding ergodic and non-ergodic quantum dynamics, focusing on universal aspects of many-body systems far from equilibrium in statistical physics, AMO, and condensed matter.
Chaos and Ergodicity in Quantum and Classical Systems by Anatoli Polkovnikov
Explore chaos and ergodicity in quantum and classical systems, examining stability mechanisms and their implications for quantum matter and technologies.
A Characterization of 3D Steady Euler Flows Using Commuting Zero-Flux Homologies
Explore 3D steady Euler flows characterization using commuting zero-flux homologies. Extends Sullivan's work, proves impossibility of plug constructions, and discusses higher-dimensional applications.
Quantum Ergodicity on Periodic Graphs
Explorez l'ergodicité quantique sur les graphes périodiques avec Mostafa Sabri, découvrant les liens fascinants entre la géométrie spectrale et les structures mathématiques complexes.
Gap Labelling II
Explore advanced concepts in gap labelling theory, focusing on periodic and ergodic spectral problems in mathematical physics.
Learning from Dependent Data - Lecture 2
Explores techniques for analyzing and learning from dependent data, focusing on probabilistic and optimization methods in data science.
Reversible D-Dimensional CA Over the Ring ZM and Some Applications in Ergodic Theory
Explore cellular automata on $\mathbf{Z}_p$ and $\mathbf{Z}_m$, covering invertibility, ergodic properties, and entropy concepts. Delve into measure-theoretic and topological entropy for 1D linear CA and $\mathbb{Z}^2$-actions.